turing equivalence造句

例句与造句

1. Minsky goes on to demonstrate Turing equivalence of a counter machine.
2. The relation & equiv; T is an equivalence relation known as Turing equivalence.
3. The " logical equivalence " of " NAND alone ", " NOR alone ", and " NOT and AND " is similar to Turing equivalence.
4. In order to address the conjecture of B鰄m and Jacopini, Kosaraju defined a more restrictive notion of program reduction than the Turing equivalence used by B鰄m and Jacopini.
5. The various approaches to this problem also proposed several notions of equivalence, which are stricter than simply Turing equivalence, in order to avoid output like the folk theorem discussed above.
6. It's difficult to find turing equivalence in a sentence. 用turing equivalence造句挺难的
7. This is a coarser equivalence relation than Turing equivalence; for example, every set of natural numbers is hyperarithmetically equivalent to its Turing jump but not Turing equivalent to its Turing jump.
8. Equivalently, a strong reducibility relation is one whose degrees form a finer equivalence relation than the Turing degrees, while a weak reducibility relation is one whose degrees form a coarser equivalence relation than Turing equivalence.
9. Two trends appeared in the early 1950s the first to characterize the computer as a Turing machine, the second to define computer-like models models with sequential instruction sequences and conditional jumps with the power of a Turing machine, i . e . a so-called Turing equivalence.
10. However, the reader needs to be cautioned that, even though the ? operator is easily created by the base instruction set doesn't mean that an arbitrary partial recursive function can be easily created with a base model-- Turing equivalence and partial recursive functions imply an " unbounded " ? operator, one that can scurry to the ends of the register chain ad infinitum searching for its goal.
11. A closely related concept is that of "'Turing equivalence "'two computers P and Q are called equivalent if P can simulate Q and Q can simulate P . The Church Turing thesis conjectures that any function whose values can be computed by an algorithm can be computed by a Turing machine, and therefore that if any real-world computer can be simulated by a Turing machine, it is Turing equivalent to a Turing machine.